Let S and T be non-empty subsets of ℝ2, and W be a non-zero proper subspace of ℝ2. Consider the following statements: 

I. If span(S) = ℝ2, then span(S ∩ W) = W.

II. span(S ∪ T) = span(S) ∪ span(T).

Then

1
both I and II are TRUE
2
I is TRUE but II is FALSE
3
II is TRUE but I is FALSE
4
both I and II are FALSE

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